Assaf Rinot
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Category Archives: Uncategorized

The 11th International Workshop on Set Theory in Luminy

Posted on September 30, 2011 by Assaf Rinot in categories: Invited Talks, Uncategorized.
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Logic Colloquium 2010

Posted on September 30, 2011 by Assaf Rinot in categories: Invited Talks, Uncategorized.
Posted in Invited Talks, Uncategorized | Leave a comment

Logic Colloquium 2009

Posted on September 30, 2011 by Assaf Rinot in categories: Invited Talks, Uncategorized.
Posted in Invited Talks, Uncategorized | Leave a comment

ESI Workshop on Large Cardinals and Descriptive Set Theory

Posted on September 30, 2011 by Assaf Rinot in categories: Invited Talks, Uncategorized.
Posted in Invited Talks, Uncategorized | Leave a comment
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    coloring number Postprocessing function Aronszajn tree full tree Selective Ultrafilter Commutative projection system Ascent Path very good scale Singular cofinality L-space Reduced Power Coherent tree weak diamond Uniformly coherent Intersection model Entangled linear order regressive Souslin tree Subnormal ideal specializable Souslin tree Knaster Fat stationary set Sigma-Prikry positive partition relation Precaliber OCA Whitehead Problem P-Ideal Dichotomy Sakurai's Bell inequality b-scale Forcing Hedetniemi's conjecture Universal Sequences stationary hitting Closed coloring Slim tree Large Cardinals Diamond for trees Interval topology on trees Weakly compact cardinal Parameterized proxy principle O-space Strongly compact cardinal Was Ulam right? Poset Rainbow sets Respecting tree PFA(S)[S] Rock n' Roll Monotonically far Cardinal function Reflecting stationary set Ascending path ccc Dushnik-Miller Microscopic Approach Almost-disjoint family Vanishing levels weak Kurepa tree Martin's Axiom Club Guessing Cardinal Invariants unbounded function indecomposable filter Amenable C-sequence Fast club strongly bounded groups Constructible Universe Erdos Cardinal Filter reflection Knaster and friends Greatly Mahlo Commutative cancellative semigroups perfectly normal Iterated forcing polarized partition relation Ostaszewski square Erdos-Hajnal graphs Subtle cardinal Rado's conjecture Analytic sets Strong coloring Countryman line Kurepa Hypothesis Ineffable cardinal Open Access Partition Relations Prikry-type forcing Lipschitz reduction Axiom R Sierpinski's onto mapping principle Almost Souslin Strongly Luzin set Diamond projective Boolean algebra PFA free Souslin tree stationary reflection incompactness Non-saturation free Boolean algebra Shelah's Strong Hypothesis weak square HOD 54G20 C-sequence Chang's conjecture nonmeager set Almost countably chromatic Prevalent singular cardinals Souslin Tree Hereditarily Lindelöf space transformations higher Baire space Distributive tree Foundations square xbox Jonsson cardinal Uniformization Absoluteness Hindman's Theorem Ulam matrix stick Ramsey theory over partitions Luzin set Generalized descriptive set theory Cohen real Forcing with side conditions Subtle tree property Square-Brackets Partition Relations AIM forcing Antichain Nonspecial tree Minimal Walks Chromatic number Forcing Axioms diamond star countably metacompact Singular Density Subadditive super-Souslin tree SNR square principles Singular cardinals combinatorics reflection principles Successor of Regular Cardinal club_AD approachability ideal middle diamond tensor product graph Successor of Singular Cardinal ZFC construction Fodor-type reflection Generalized Clubs Well-behaved magma Dowker space Small forcing Uniformly homogeneous GMA Local Club Condensation. S-Space Diamond-sharp sap Mandelbrot set
  • RSS Set Theory Colloquium

    • Fragments of Martin's Axiom, part 3
    • Fragments of Martin's Axiom, part 2
    • Fragments of Martin's Axiom, part 1
    • Consistency Results on the Structure of Measures on a Measurable Cardinal
    • The Lovász-Cherkassky theorem in infinite graphs
    • No new reals iterations
    • On the Cofinality of Ultrafilters
    • Higher forcing axioms
    • Hajnal-Mate graphs at the second uncountable cardinal, part 3
    • Hajnal-Mate graphs at the second uncountable cardinal, part 2
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    • Todd E. Eisworth
    • Chris Lambie-Hanson
  • Recent Comments

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    • Ari Meir Brodsky on The Engelking-Karlowicz theorem, and a useful corollary
    • Ari Meir Brodsky on The Engelking-Karlowicz theorem, and a useful corollary
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